Melanie drew a line l and a point p that was not on l . which of these is an impossible value for the number of line segments that begin at point p, end on line l , and have length 2 units? a) zero b) exactly one c) exactly two d) infinitely many

D

Step-by-step explanation:

There are 3 cases:

there is only 1 segment between P and I that have a length of 2 (that segment is perpendicular to line I) there are only 2 segments between P and I that have a length of 2 (in this case, P is nearer than before) P is further than the first case, so that, any segment is longer than 2.

The impossible case is that there are infinite segments of length 2

Do you mean conversion factor?